PROJ$-$PH$-0047$: Circular Motion

WCLN$.$ca

$6.$ Having determined the free$-$body diagram, write the equation of motion in terms of $m,v,r$ and any physical constants. Write these equations into the table above.

$7.$ At what location does the rider "feel" the heaviest? Use you equations to prove your answer.

$8.$ Increase the speed of the rider? What effect does this have on the normal forces at both top and bottom locations. Provide a reason for this using Newton's Laws of Motion

$\backslash$table$[[$Top of Ride,$\backslash$table$[[$Normal force$],[($Increase$/$Decrease$)?]],$Reason$],[$Bottom of Ride,$\backslash$table$[[$Normal force$],[($Increase$/$Decrease$)?]],$Reason$]]$

What effect does increasing the riders mass have on the Normal Forces at each location? Explain why this so$.$

$2024-11-07$

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